K2

TOCSY - Toolboxes for Complex Systems: K2 - Dynamical Invariants by Recurrence Plots. Recurrence plots contain information about the dynamics of the system. It is possible, to derive dynamical invariants, like K2 entropy, from the recurrence plots. For further explanation have a look at www.recurrence-plot.tk/invariants.php.

Keywords for this software

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References in zbMATH (referenced in 106 articles )

Showing results 1 to 20 of 106.
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  1. Butusov, Denis N.; Pesterev, Dmitriy O.; Tutueva, Aleksandra V.; Kaplun, Dmitry I.; Nepomuceno, Erivelton G.: New technique to quantify chaotic dynamics based on differences between semi-implicit integration schemes (2021)
  2. Hirata, Yoshito: Recurrence plots for characterizing random dynamical systems (2021)
  3. Huang, Min; Sun, Zhongkui; Donner, Reik V.; Zhang, Jie; Guan, Shuguang; Zou, Yong: Characterizing dynamical transitions by statistical complexity measures based on ordinal pattern transition networks (2021)
  4. Shimada, Yutaka; Yamamoto, Kohei; Ikeguchi, Tohru: Detecting prediction limit of marked point processes using constrained random shuffle surrogate data (2021)
  5. Sun, Guodong; Zhang, Chao; Zhu, Hua; Lang, Shihui: Influences of embedding parameters and segment sizes in recursive characteristics analysis on coefficients of friction (2021)
  6. Tutueva, Aleksandra V.; Karimov, Timur I.; Nepomuceno, Erivelton G.; Butusov, Denis N.: Detection of hidden oscillations in systems without equilibrium (2021)
  7. Andreadis, Ioannis; Fragkou, Athanasios D.; Karakasidis, Theodoros E.: On a topological criterion to select a recurrence threshold (2020)
  8. Halfar, Radek: Characterization of cardiac cell electrophysiology model using recurrence plots (2020)
  9. He, Qian; Huang, Jingjing: Multiwavelet scale multidimensional recurrence quantification analysis (2020)
  10. Hirata, Yoshito; Aihara, Kazuyuki: Deep learning for nonlinear time series: examples for inferring slow driving forces (2020)
  11. Luo, Gaofei; Mukherjee, Sayan: In search of chaos and complexity of a cognitive language-learning system (2020)
  12. Nie, Chun-Xiao: Nonlinear correlation analysis of time series based on complex network similarity (2020)
  13. Page, Gregory; Antoine, Charles; Dettmann, Carl P.; Talbot, Julian: The Iris billiard: critical geometries for global chaos (2020)
  14. Poláková, Miroslava: Formulas for complexity, invariant measure and RQA characteristics of the period-doubling subshift (2020)
  15. Shamsan, Abdulrahman; Wu, Xiaodan; Liu, Pengyu; Cheng, Changqing: Intrinsic recurrence quantification analysis of nonlinear and nonstationary short-term time series (2020)
  16. Yang, Hui; Chen, Cheng-Bang; Kumara, Soundar: Heterogeneous recurrence analysis of spatial data (2020)
  17. Zhang, Yongxiang; Shen, Yunzhu: A new route to strange nonchaotic attractors in an interval map (2020)
  18. Aceves-Fernandez, M. A.; Ramos-Arreguin, J. M.; Gorrostieta-Hurtado, E.; Pedraza-Ortega, J. C.: Methodology proposal of EMG hand movement classification based on cross recurrence plots (2019)
  19. Boldini, Alain; Karakaya, Mert; Ruiz Marín, Manuel; Porfiri, Maurizio: Application of symbolic recurrence to experimental data, from firearm prevalence to fish swimming (2019)
  20. Budzinski, R. C.; Boaretto, B. R. R.; Prado, T. L.; Lopes, S. R.: Synchronization domains in two coupled neural networks (2019)

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